2. an organization is
looking to invest in a project, leadership needs to know the
project's profitability
potential. This is measured with net present value, or NPV, and
the internal rate of
return, or IRR. While both of these calculations are used to
assess profitability, they
express this information in different ways.
Let's examine net present value, or NPV. Its formula provides a
calculation of how much
an investment is worth in today's money by taking into
consideration the timeline for the
investment. In the formula, we note that NPV equals the net
cash inflow over time. Time
is represented by t and is divided by the interest or discount
rate, or r. The process of
calculating NPV requires four elements, all cash inflows, all
cash outflows, the discount
rate, and the number of periods for t.
Once we have that information, we can calculate the present
value of each cash flow.
Adding the present values or PVs of all inflows and outflows
identifies the NPV. Once
4. However, it will cost $150 million to build. Each year, the new
factory will make $70
million. Let's see if the NPV is positive or negative.
In one year, the company will have a cash outflow of 150
million to build the factory.
However, in the same year the organization's cash flow will be
$70 million, which is
discounted by 9% or 0.09 to the power of 1 for the first year.
When the initial investment
of 150 million is subtracted from the PVs for each of the three
years, we see a positive
cash flow by the end of year three of $27,190,627. Only
positive NPVs should be
considered for investment.
The other way to evaluate a project's profitability is through the
internal rate of return, or
IRR. It is important to note that with IRR, the discount rate
makes the net present value
equal to zero. The purpose of IRR is to find the interest rate that
equates the initial
investment to the sum of the PV of the future cash flows. The
point at which the initial
outlay of cash equals the future cash inflows is the IRR.
5. It is expressed as a percentage. Looking back to the electric
vehicle factory with an
initial investment of $150 million and 70 million in returns each
year, we calculate an
IRR of 18.91%. When IRR is calculated manually, it takes
numerous attempts to reach
the point of NPV equaling zero. The easiest way to compute
IRR is to use a
spreadsheet.
Step one, on the spreadsheet, we placed the initial investment of
150 million in the first
cell. Then next to that cell, we entered the three positive cash
flows. Step two, the
spreadsheet can use these numbers to calculate the IRR. The
IRR function is built into
most spreadsheet programs. However, the way you enter the
function may differ in
each program.
To use the function, choose a cell, and type the equal sign, and
then type IRR. Choose
the IRR function. We will then need to enter the values of all
cash flows, in this case,
cells A1 to D1, or as A1:D1, and then hit Enter. 18.91% will
then appear. Both NPV and